Add to ORKGWe study hypersurfaces of complex projective manifolds which are invariant by a foliation, or more generally which are solutions to a Pfaff equation. We bound their degree using classical results on logarithmic forms
AbstractIn 1797, Pfaff summed a 3F2 hypergeometric series. His result was ignored until Saalschutz r...
In this paper we study the set of Fq-rational solutions of equations defined by polynomials evaluate...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...
We study hypersurfaces of complex projective manifolds which are invariant by a foliation, or more g...
AbstractWe prove that a Pfaff system with coefficients in Llocp, p>2, in a simply-connected open sub...
in frenchJournal of Singularities, ISSN: 1949-2006International audienceFor a codimension 1 holomorp...
Abstract. We present a constructive proof of the fact that the set of algebraic Pfaff equations with...
Neste trabalho estudamos o Problema de Painlevé para Campos de Pfaff. A motivação para este estudo f...
We establish an upper bound for the sectional genus of varieties which are invariant under Pfaff fie...
This paper is devoted to the establishment of explicit bounds on the rational function solutions of ...
Let n = 2, 3, 4, 5 and let X be a smooth complex projective hypersurface of Pn+1. In this paper we f...
We consider complex projective schemes X C Pr defined by quadratic equations and satisfying a techni...
International audienceIn order to study the deformations of foliations of codimension 1 of a smooth ...
We introduce projective hypersurfaces associated to additive polynomials over finite fields and sho...
AbstractIn this paper we prove that every entire curve in a smooth hypersurface of degree d⩾97 in PC...
AbstractIn 1797, Pfaff summed a 3F2 hypergeometric series. His result was ignored until Saalschutz r...
In this paper we study the set of Fq-rational solutions of equations defined by polynomials evaluate...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...
We study hypersurfaces of complex projective manifolds which are invariant by a foliation, or more g...
AbstractWe prove that a Pfaff system with coefficients in Llocp, p>2, in a simply-connected open sub...
in frenchJournal of Singularities, ISSN: 1949-2006International audienceFor a codimension 1 holomorp...
Abstract. We present a constructive proof of the fact that the set of algebraic Pfaff equations with...
Neste trabalho estudamos o Problema de Painlevé para Campos de Pfaff. A motivação para este estudo f...
We establish an upper bound for the sectional genus of varieties which are invariant under Pfaff fie...
This paper is devoted to the establishment of explicit bounds on the rational function solutions of ...
Let n = 2, 3, 4, 5 and let X be a smooth complex projective hypersurface of Pn+1. In this paper we f...
We consider complex projective schemes X C Pr defined by quadratic equations and satisfying a techni...
International audienceIn order to study the deformations of foliations of codimension 1 of a smooth ...
We introduce projective hypersurfaces associated to additive polynomials over finite fields and sho...
AbstractIn this paper we prove that every entire curve in a smooth hypersurface of degree d⩾97 in PC...
AbstractIn 1797, Pfaff summed a 3F2 hypergeometric series. His result was ignored until Saalschutz r...
In this paper we study the set of Fq-rational solutions of equations defined by polynomials evaluate...
This book presents recent advances on Kobayashi hyperbolicity in complex geometry, especially in con...